A Rainbow Nathan

From the Sydney Morning Herald (2011-03-26):

”Your colourful surnames reminded me of a situation we had at Maclean High School in the ’90s,” writes Steve McKenzie, a teacher, of Yamba, ”where we had Nathan Black, Nathan Grey, Nathan Green, Nathan White and Nathan Brown all in the same year. My colleague even had all the coloured Nathans in the one class.”

Bach in Sloane Square

Last night saw a superb performance of Bach, Purcell and Allegri by Solistes de Musique Ancienne, to about 100 very fortunate people in Holy Trinity Church, Sloane Square. The concert was billed as A Celebration of Easter, and included Purcell’s Welcome to all the Pleasures, Bach’s Concerto for Oboe and Violin (BWV 1060, in C minor), Allegri’s Miserere, and Bach’s Easter Oratorio. The performance was led by Joel Newsome, with all the orchestral parts performed by soloists.

The Purcell had some interesting harmonies, and was sung and performed well, but otherwise was not something I warmed to. The Oboe+Violin Concerto was superb, and the playing effortless, together, and unhurried. My only criticism was the placement of the soloists. The acoustics of this church – high spaces, uncovered stone columns, stone walls – meant the sound bounces around a great deal, with a long delay. Placing the soloists behind the other musicians meant that their sound was somewhat muffled by comparison with the ensemble, at least for those of us in the mid-centre of the church, even though the soloists were standing and the others were sitting. The muffling meant that we did not always hear well the oboe’s elaborations.

The Allegri took advantage of the specific features of the space, something I always applaud, with the chorus divided between the front of the church (near the altar) and the choir loft upstairs at the rear. The resulting call-and-response and echo effects were superb, and the piece provided, as the director said, an appropriate contemplative prelude to the Easter Oratorio.

The Oratorio was performed with baroque trumpets, which even leading professionals play with trepidation. Last night’s performers appeared to be using trumpets with vent holes, which certainly help secure intonation, although perhaps are not strictly historically accurate. The wobbles here were not too strong, and were in any case mostly covered by the acoustics. Personally, I am a great fan of 21st-century mash-up culture, so I celebrated the fact that modern versions of baroque trumpets were used alongside 19th century violins and bows (played with vibrato), in a room with artificial heating and decorated mostly with 19th-century British art.

The performance of the Oratorio was superb. The stillness at the end, when the audience seemed to be sitting on its hands, was because no one wanted to break the sense of having been transported elsewhere that we’d all just experienced.

Other posts on music here. Some thoughts on what music is for, here.

The Matherati: Alexander d’Arblay


The photo shows the Greek Orthodox Cathedral of All Saints, at the corner of Pratt and Camden Streets in Camden, London. Before becoming an Orthodox Chuch in 1948, the building was an Anglican Church, most recently All Saints Camden. The building was designed by William Inwood and his son Henry Inwood in 1822-24, who had together earlier designed St. Pancras New Church in Euston, London. Both churches borrow from ancient Greek architecture, so it is fitting that one is now filled with Greek icons and text, and used for services in (modern) Greek. All Saints has a low-set but very deep choir balcony, extending from the entrance almost one-third the length of the church; this gives the church a quite intimate feel, despite the height of the main chapel. The current cathedral also has three large, low-hanging white glass chandeliers over the main chapel, which enhances the intimacy. I was reminded of the intimacy of Lloyd Wright’s Unity Temple in Chicago, a building which is similarly deceptive from the outside about the compactness of the space within.

When built, All Saints was called Camden Town Chapel, and its founding pastor was the Rev’d Alexander Charles Louis d’Arblay (1794-1837), son of the author Fanny Burney (1752-1840) and Alexandre-Jean-Baptiste Piochard D’Arblay (1754-1818), emigre French aristocrat and soldier, and adjutant-general to Lafayette. The Reverend d’Arblay was a poet and chess-player, and had been 10th wrangler in the Mathematics Tripos at Cambridge in 1818. He was a friend of fellow-student (but non-wrangler) Charles Babbage and of Senior Wrangler (1813) John Herschel, and a member of Babbage’s Analytical Society (forerunner of the Cambridge Philosophical Society).  Indeed, d’Arblay may have introduced Babbage to recent French mathematics. Alexander had been partly educated in France, and was aware of French trends in analysis, which in its rigour and formality was very different to the applied focus of British mathematics. From his time as an undergraduate, Babbage ran a campaign against the troglodytic British mathematics establishment, who were then opposed to rigour, formality and theory, and he sought to introduce modern analysis into mathematics teaching at Cambridge. British pure mathematics, as better mathematicians than I have argued, lost a century of progress as a result of its focus on certain types of applications at the expense of rigour.

Because of his First-Class degree, after his graduation d’Arblay was appointed a Fellow of Christ College Cambridge, which paid him a generous stipend his entire life (presumably while he remained unmarried). He had a remarkable ability to quickly learn and recite from memory long poems, and was obsessed with chess. He once missed an arranged meeting with his father when the latter was returning to France because he was engrossed in a chess game with his uncle, the admiral James Burney. d’Arblay was apparently bilingual, and wrote equally easily in English and French, and translated poetry and literary works from each language to the other. d’Arblay was ordained as a Church of England deacon in 1818, and as a priest on 11 April 1819 in St James’s Picadilly.  In the summer of 1821, he spent three months walking in Switzerland with Babbage and Herschel.

Through his mother, he was friends with the royal family and moved in high society.  For many years he was close friends with Mrs Clara Bolton (nee Clarissa Marion Verbeke) (1804-1839), who was, for a period, also a very close friend (and alleged mistress) of the young Benjamin Disraeli. She was the wife of George Buckley Bolton ( -1847), who was the Disraeli family doctor.  The evidence for the allegation that Mrs Bolton was a mistress of Disraeli does not convince me at all.

Ordained Reverend d’Arblay, d’Arblay served as minister of Camden Town Chapel from 1824-1837, and then briefly at Ely Chapel in High Holborn, London. He died of tuberculosis still unmarried, although engaged at the time of death to one Mary Anne Smith.  Thaning [1985] argues that d’Arblay was in unrequited love with Mrs Bolton, and that he proposed to her, unsuccessfully, shortly before becoming engaged to Mary Anne Smith.    The evidence Thaning presents for this claim, however, is not compelling.  Miss Smith became good friends with Madame d’Arblay, and lived with her after Alexander’s death.

Some of d’Arblay’s poetry is on the subject of chess. As the son of Fanny Burney, d’Arblay was the grandson of musician, composer and musicologist Charles Burney FRS (1726-1814), and thus from a remarkable family that included musicians, dancers, novelists, painters, historians, and an admiral.

Alongside d’Arblay, the founding organist at Camden Town Chapel was Samuel Wesley (1766-1837).

An index to posts about the Matherati is here.

POSTSCRIPT 1 [2011-12-24]: I have now seen d’Arblay’s poem, “Caissa Rediviva”, published anonymously in 1836. This is a long poem about a chess game. If there were any doubts about d’Arblay’s membership of the Matherati, this publication would allay them: The frontispiece to the poem poses a non-standard chess problem, which only someone with a subtle and agile mathmind could imagine: Given a particular chess board-configuration, find the precise sequence of 59 moves by White, each of which forces a single move by Black, and which ends with Black check-mating White with a particular move.


POSTSCRIPT 2 [2012-02-18]: Apparently, the Reverend d’Arblay suffered severely from depression for most of his adult life. Peter Sabor, in a recent talk at a conference in depression in the 18th century argues that d’Arblay’s depression may have arisen from his combination of great (and unrealistic) ambition and great indolence. But, of course, his apparent indolence may have been the result, not the cause, of his depression.

POSTSCRIPT 3 [2012-02-18]: d’Arblay was not the last member of the Matherati to become engrossed in intellectual pursuits. The most recent Senior Wrangler at Cambridge, Sean Eberhard (Tripos 2011), is described by his fellow collegians as, “most likely to neglect children to do crossword”.

POSTSCRIPT 4 [2017-11-11]: Clara Bolton is briefly mentioned (pages 68 and 78, footnote 61) as a friend and possible mistress of Benjamin Disraeli (1804-1881) by St. George [1995] in his fascinating history of the law firm, Norton Rose (now Norton Rose Fulbright).  However, St. George seems to have conflated Mrs Bolton with another close friend and possible mistress of Disraeli, Henrietta, Lady Sykes (c.1801-1846), wife of Sir Francis Sykes (1799-1843), third Baronet of Basildon.

References:

An Amateur at Chess [Alexander C. L. d’Arblay] [1836]: Caissa Rediviva: Or the Muzio Gambit. London, UK: Sampson Low.

Peter Sabor [2008]: Frances Burney and Alexander d’Arblay: Creative and Uncreative Gloom. Invited Lecture at: Conference on Before Depression: 1600 – 1800.

Andrew St. George [1995]: A History of Norton Rose. London, UK: Granta Editions.

Kaj Thaning [1985]: Hvem var Clara? Grundtvig Studier, 37 (1).

Autonomic beliefs

Thanks to Norm, I learn about an attempt to brand religious belief and religious worship immoral, by Scott F. Aikin and Robert B. Talisse.    It is apparently immoral to believe propositions for which one does not have evidence.   My first reaction is to infer that neither author is an entrepreneur, famously people who strongly believe things (for example, that they will be successful) for which the evidence is usually absent or if not absent, then mostly contrary.    And neither author must be a pure mathematician or an artist, people who pursue dreams or visions while only having vague intuitions or intimations of their truth.   Mathematics (and hence most of modern science and technology) would come to a sudden, shuddering halt if mathematicians could only cogitate or publish on that which they could first prove.    Mathematicians even have a name for results they suspect are true but cannot yet prove:  conjectures.
Of course, the greatest defence against this attack on religion is that most religious believers DO indeed have evidence for their beliefs, as I have repeatedly argued before.   Of course, this evidence is usually not independently verifiable or replicable, which makes it inappropriate for use in the social activity we call science.   But that fact does not alone disqualify its use as a basis for deciding personal beliefs or personal actions.  The state of being in love is also not independently verifiable or replicable (at least not yet), but most of us do not therefore not use it as a basis for personal decision-making, and nor should we.
The ignorance Aikin and Talisse demonstrate about religion is shown also in their argument about worship:  Not all believers in or practitioners of religious ideas are engaged in the worship of divine entities.   One could make a very strong case that worship plays no part at all in Buddhism or in Taoism, or in the mystic strains of other religions, such as Sufism or the Kabbala.    These traditions seek to commune with the divine, not worship it.    Perhaps this distinction is lost on people without personal experience of non-material realms, but most pure mathematicians would get it, since they commune with, but do not worship, mathematical entities.
Aikin and Talisse reject religious worship as being demeaning to the dignity of an autonomous human person.  Why so concerned with human autonomy in this aspect, while striving  a few paragraphs earlier to prevent humans autonomously choosing what to believe? Like Richard Dawkins they not only want to think for themselves, but also want to think for everyone else too. As an autonomous human, I disdain and reject their attempt at mental colonization.
Given such a weak case, one wonders why they make it with such stridency.